Let $X \in \mathsf{Random}(\to [-\infty, \infty])$ be a D4381: Random basic number.

Then $|X| \overset{a.s.}{<} \infty$ if and only if

(1)	\begin{equation} X^+ \overset{a.s.}{<} \infty \end{equation}
(2)	\begin{equation} X^- \overset{a.s.}{<} \infty \end{equation}